{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9b3cd3c4",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "97e30c04",
   "metadata": {},
   "source": [
    "# Matplotlib基本图形绘制"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1a0c667f",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a2251665",
   "metadata": {},
   "source": [
    "- **运行时配置参数**"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d2e77866",
   "metadata": {},
   "outputs": [],
   "source": [
    "# 运行时配置参数\n",
    "# rcParams :runtime configuration Parameters\n",
    "\n",
    "# 如果浏览器不显示图片，就需要加上这句话\n",
    "# %matplotlib inline\n",
    "\n",
    "# 让图片中可以显示中文\n",
    "plt.rcParamsl['font.sans-serif']='SimHei'\n",
    "# 让图片中可以显示负号\n",
    "plt.rcParams['axes.unicode_minus']= False\n",
    "\n",
    "#支持svg矢量图\n",
    "%config Inlinebackend.figure_format ='svg'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3231e438",
   "metadata": {
    "collapsed": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'Agency FB',\n",
       " 'Algerian',\n",
       " 'Arial',\n",
       " 'Arial Rounded MT Bold',\n",
       " 'Bahnschrift',\n",
       " 'Baskerville Old Face',\n",
       " 'Bauhaus 93',\n",
       " 'Bell MT',\n",
       " 'Berlin Sans FB',\n",
       " 'Berlin Sans FB Demi',\n",
       " 'Bernard MT Condensed',\n",
       " 'Blackadder ITC',\n",
       " 'Bodoni MT',\n",
       " 'Book Antiqua',\n",
       " 'Bookman Old Style',\n",
       " 'Bookshelf Symbol 7',\n",
       " 'Bradley Hand ITC',\n",
       " 'Britannic Bold',\n",
       " 'Broadway',\n",
       " 'Brush Script MT',\n",
       " 'Calibri',\n",
       " 'Californian FB',\n",
       " 'Calisto MT',\n",
       " 'Cambria',\n",
       " 'Candara',\n",
       " 'Cascadia Code',\n",
       " 'Cascadia Mono',\n",
       " 'Castellar',\n",
       " 'Centaur',\n",
       " 'Century',\n",
       " 'Century Gothic',\n",
       " 'Century Schoolbook',\n",
       " 'Chiller',\n",
       " 'Colonna MT',\n",
       " 'Comic Sans MS',\n",
       " 'Consolas',\n",
       " 'Constantia',\n",
       " 'Cooper Black',\n",
       " 'Copperplate Gothic Bold',\n",
       " 'Copperplate Gothic Light',\n",
       " 'Corbel',\n",
       " 'Courier New',\n",
       " 'Curlz MT',\n",
       " 'DejaVu Math TeX Gyre',\n",
       " 'DejaVu Sans',\n",
       " 'DejaVu Sans Display',\n",
       " 'DejaVu Sans Mono',\n",
       " 'DejaVu Serif',\n",
       " 'DejaVu Serif Display',\n",
       " 'DengXian',\n",
       " 'Dubai',\n",
       " 'Ebrima',\n",
       " 'Edwardian Script ITC',\n",
       " 'Elephant',\n",
       " 'Engravers MT',\n",
       " 'Eras Bold ITC',\n",
       " 'Eras Demi ITC',\n",
       " 'Eras Light ITC',\n",
       " 'Eras Medium ITC',\n",
       " 'FZCuHeiSongS-B-GB',\n",
       " 'FZShuTi',\n",
       " 'FZYaoTi',\n",
       " 'FangSong',\n",
       " 'Felix Titling',\n",
       " 'Footlight MT Light',\n",
       " 'Forte',\n",
       " 'Franklin Gothic Book',\n",
       " 'Franklin Gothic Demi',\n",
       " 'Franklin Gothic Demi Cond',\n",
       " 'Franklin Gothic Heavy',\n",
       " 'Franklin Gothic Medium',\n",
       " 'Franklin Gothic Medium Cond',\n",
       " 'Freestyle Script',\n",
       " 'French Script MT',\n",
       " 'Gabriola',\n",
       " 'Gadugi',\n",
       " 'Garamond',\n",
       " 'Georgia',\n",
       " 'Gigi',\n",
       " 'Gill Sans MT',\n",
       " 'Gill Sans MT Condensed',\n",
       " 'Gill Sans MT Ext Condensed Bold',\n",
       " 'Gill Sans Ultra Bold',\n",
       " 'Gill Sans Ultra Bold Condensed',\n",
       " 'Gloucester MT Extra Condensed',\n",
       " 'Goudy Old Style',\n",
       " 'Goudy Stout',\n",
       " 'Haettenschweiler',\n",
       " 'Harlow Solid Italic',\n",
       " 'Harrington',\n",
       " 'High Tower Text',\n",
       " 'HoloLens MDL2 Assets',\n",
       " 'Impact',\n",
       " 'Imprint MT Shadow',\n",
       " 'Informal Roman',\n",
       " 'Ink Free',\n",
       " 'Javanese Text',\n",
       " 'Jokerman',\n",
       " 'Juice ITC',\n",
       " 'KaiTi',\n",
       " 'Kristen ITC',\n",
       " 'Kunstler Script',\n",
       " 'Leelawadee',\n",
       " 'Leelawadee UI',\n",
       " 'LiSu',\n",
       " 'Lucida Bright',\n",
       " 'Lucida Calligraphy',\n",
       " 'Lucida Console',\n",
       " 'Lucida Fax',\n",
       " 'Lucida Handwriting',\n",
       " 'Lucida Sans',\n",
       " 'Lucida Sans Typewriter',\n",
       " 'Lucida Sans Unicode',\n",
       " 'MS Gothic',\n",
       " 'MS Outlook',\n",
       " 'MS Reference Sans Serif',\n",
       " 'MS Reference Specialty',\n",
       " 'MT Extra',\n",
       " 'MV Boli',\n",
       " 'Magneto',\n",
       " 'Maiandra GD',\n",
       " 'Malgun Gothic',\n",
       " 'Matura MT Script Capitals',\n",
       " 'Microsoft Himalaya',\n",
       " 'Microsoft JhengHei',\n",
       " 'Microsoft New Tai Lue',\n",
       " 'Microsoft PhagsPa',\n",
       " 'Microsoft Sans Serif',\n",
       " 'Microsoft Tai Le',\n",
       " 'Microsoft Uighur',\n",
       " 'Microsoft YaHei',\n",
       " 'Microsoft Yi Baiti',\n",
       " 'MingLiU-ExtB',\n",
       " 'Mistral',\n",
       " 'Modern No. 20',\n",
       " 'Mongolian Baiti',\n",
       " 'Monotype Corsiva',\n",
       " 'Myanmar Text',\n",
       " 'Niagara Engraved',\n",
       " 'Niagara Solid',\n",
       " 'Nirmala UI',\n",
       " 'NumberOnly',\n",
       " 'OCR A Extended',\n",
       " 'Old English Text MT',\n",
       " 'Onyx',\n",
       " 'Palace Script MT',\n",
       " 'Palatino Linotype',\n",
       " 'Papyrus',\n",
       " 'Parchment',\n",
       " 'Perpetua',\n",
       " 'Perpetua Titling MT',\n",
       " 'Playbill',\n",
       " 'Poor Richard',\n",
       " 'Pristina',\n",
       " 'Rage Italic',\n",
       " 'Ravie',\n",
       " 'Rockwell',\n",
       " 'Rockwell Condensed',\n",
       " 'Rockwell Extra Bold',\n",
       " 'STCaiyun',\n",
       " 'STFangsong',\n",
       " 'STHupo',\n",
       " 'STIXGeneral',\n",
       " 'STIXNonUnicode',\n",
       " 'STIXSizeFiveSym',\n",
       " 'STIXSizeFourSym',\n",
       " 'STIXSizeOneSym',\n",
       " 'STIXSizeThreeSym',\n",
       " 'STIXSizeTwoSym',\n",
       " 'STKaiti',\n",
       " 'STLiti',\n",
       " 'STSong',\n",
       " 'STXihei',\n",
       " 'STXingkai',\n",
       " 'STXinwei',\n",
       " 'STZhongsong',\n",
       " 'Script MT Bold',\n",
       " 'Segoe MDL2 Assets',\n",
       " 'Segoe Print',\n",
       " 'Segoe Script',\n",
       " 'Segoe UI',\n",
       " 'Segoe UI Emoji',\n",
       " 'Segoe UI Historic',\n",
       " 'Segoe UI Symbol',\n",
       " 'Showcard Gothic',\n",
       " 'SimHei',\n",
       " 'SimSun',\n",
       " 'SimSun-ExtB',\n",
       " 'Sitka Small',\n",
       " 'Snap ITC',\n",
       " 'Stencil',\n",
       " 'Sylfaen',\n",
       " 'Symbol',\n",
       " 'Tahoma',\n",
       " 'Tempus Sans ITC',\n",
       " 'Times New Roman',\n",
       " 'Trebuchet MS',\n",
       " 'Tw Cen MT',\n",
       " 'Tw Cen MT Condensed',\n",
       " 'Tw Cen MT Condensed Extra Bold',\n",
       " 'Verdana',\n",
       " 'Viner Hand ITC',\n",
       " 'Vivaldi',\n",
       " 'Vladimir Script',\n",
       " 'Webdings',\n",
       " 'Wide Latin',\n",
       " 'Wingdings',\n",
       " 'Wingdings 2',\n",
       " 'Wingdings 3',\n",
       " 'YouYuan',\n",
       " 'Yu Gothic',\n",
       " 'cmb10',\n",
       " 'cmex10',\n",
       " 'cmmi10',\n",
       " 'cmr10',\n",
       " 'cmss10',\n",
       " 'cmsy10',\n",
       " 'cmtt10'}"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#查看自己电脑上的字体库\n",
    "from matplotlib.font_manager import FontManager\n",
    "\n",
    "fm = FontManager()\n",
    "my_fonts = set(f.name for f in fm. ttflist)\n",
    "my_fonts"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "983ccd64",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1f5e23a8",
   "metadata": {},
   "source": [
    "- 基本绘图"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "24b7ff19",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x2738741d9d0>]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = np.linspace(-5,5,50) # 等差数列，-5到5之间，50个数\n",
    "\n",
    "y = x**2\n",
    "\n",
    "# 画图\n",
    "plt.plot(x,y)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "7cf1317e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x27386e8ad10>]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 颜色：b蓝色  g绿色  r红色  c青色  m品红  y黄色  k黑色  w白色\n",
    "# color ：颜色\n",
    "# ls ：line style 线的样式\n",
    "plt.plot(x,y,color='red',ls='--')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a09d7183",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "22be832e",
   "metadata": {},
   "source": [
    "- 画布配置"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "8f382974",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# figsize ：画布的大小\n",
    "# dpi ：分辨率\n",
    "# facecolor ：背景颜色\n",
    "plt.figure(figsize=(5,3),dpi=100,facecolor='yellow')\n",
    "\n",
    "# 例\n",
    "x = np.linspace(0,2*np.pi)\n",
    "y = np.sin(x)\n",
    "plt.plot(x,y)\n",
    "\n",
    "# 设置网格\n",
    "plt.grid()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "d9f6fc85",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x27388a72390>]"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 在一个画布上画多个图\n",
    "plt.figure(figsize=(5,3),dpi=100,facecolor='yellow')\n",
    "\n",
    "x = np.linspace(0,2*np.pi)\n",
    "plt.plot(x,np.sin(x))\n",
    "plt.plot(x,np.cos(x))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fa662510",
   "metadata": {},
   "source": [
    "---"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "684deb84",
   "metadata": {},
   "source": [
    "- 立刻显示图片 show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "37488edf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x300 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x27389ffe010>]"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(5,3),dpi=100,facecolor='yellow')\n",
    "\n",
    "x = np.linspace(0,2*np.pi)\n",
    "plt.plot(x,np.sin(x))\n",
    "plt.plot(x,np.cos(x))\n",
    "plt.show() # 会从这里隔断，分开显示\n",
    "plt.plot(x,np.tan(x))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
